Title of Invention	A HIERARCHICAL QAM TRANSMISSION SYSTEM WITH VARYING GROUPING FACTOR
Abstract	A QAM transmitting system, includes a source of a level 1 and a level 2 data stream, each data stream carrying successive symbols. A hierarchical QAM transmitter, coupled to the level 1 and level 2 data stream source, generates a hierarchical QAM signal in which a level 1 symbol is represented by a data point in one of four quadrants in the I-Q plane, and a level 2 symbol is represented by the data point in one of four sub-quadrants surrounding a center point of the quadrant containing the level 1 data point. The level 2 data point is spaced away from the center point by a grouping factor set to more closely match the 10 bit error rate performance of the level 1 and level 2 data streams.

Title of Invention

A HIERARCHICAL QAM TRANSMISSION SYSTEM WITH VARYING GROUPING FACTOR

Abstract

A QAM transmitting system, includes a source of a level 1 and a level 2 data stream, each data stream carrying successive symbols. A hierarchical QAM transmitter, coupled to the level 1 and level 2 data stream source, generates a hierarchical QAM signal in which a level 1 symbol is represented by a data point in one of four quadrants in the I-Q plane, and a level 2 symbol is represented by the data point in one of four sub-quadrants surrounding a center point of the quadrant containing the level 1 data point. The level 2 data point is spaced away from the center point by a grouping factor set to more closely match the 10 bit error rate performance of the level 1 and level 2 data streams.

Full Text	A HIERARCHICAL QAM TRANSMISSION SYSTEM WITH VARYING GROUPING FACTOR FIELD OF THE INVENTION The present invention relates to hierarchical quadrature amplitude modulation transmission systems. BACKGROUND OF THE INVENTION It is known to combine separate signals onto a single carrier for transmission. For example, US Patent 5,710,754 discloses a system for combining a digital signal transmitted using a digital vector modulation, such as QPSK or QAM modulation, with an analog signal which is analog vector modulated. In the vector plane, the digital signal successively assumes one of a predetermined set of locations. The vector space occupied by the analog signal surrounds each of the predetermined locations. In order to keep the space occupied by the analog signal at one of the predetermined location from overlapping with the space occupied by the analog signal at a neighboring predetermined location, the amplitude of the vector space occupied by the analog signal is limited by an automatic gain control arrangement. For another example, U.S. Patent 5,966,412, issued October 12,1999 to Ramaswamy, discloses a modulation system which can remain backward compatible with older quadrature phase shift keyed (QPSK) receivers, while simultaneously further allowing additional data streams, for providing higher data rates or higher precision data, to be receivable by more advanced receivers. Fig. 1 is a block diagram illustrating a hierarchical QAM transmission system as disclosed in this patent. Fig. 1 discloses a data transmitter 100 coupled to a data receiver 300 via a transmission channel 200. In Fig. 1, a first input terminal DATA 1 is coupled to source (not shown) of a first data signal, and a second input terminal DATA 2 is coupled to a source (not shown) of a second data signal. The first and second data signals may represent separate and independent data, or may represent related data signals, such as signals carrying respective portions of the same data signal (for increasing the throughput of the transmission system) or a elementary data portion and a supplemental data portion of the same data signal (for transmitting enhanced signals while maintaining backward compatibility with existing older receivers, as described in more detail below). The first input terminal DATA 1 is coupled to an input terminal of a first error detection/correction encoder 102. An output terminal of the first encoder 102 is coupled to an input terminal of a level 1 QPSK modulator 104. An output terminal of the level 1 QPSK modulator 104 is coupled to a first input terminal of a signal combiner 106. The second input terminal DATA 2 is coupled to an input terminal of a second error detection/correction encoder 108. An output terminal of the second encoder 108 is coupled to an input terminal of a level 2 QPSK modulator 110. The level 2 QPSK modulator 110 is coupled to an input terminal of a variable gain amplifier 111, having a gain of G. An output terminal of the variable gain amplifier 111 is coupled to a second input terminal of the signal combiner 106. An output terminal of the signal combiner 106 produces a combined modulated signal and is coupled to the transmission channel 200. In the illustrated embodiment, this channel is a direct satellite television signal transmission system, and the transmission channel includes a ground transmitting station at the transmitter 100 (represented by a transmitting antenna in phantom), a communications satellite (not shown), for receiving the data from the ground station and rebroadcasting that data to a plurality of ground receiving stations, one of which. (300) is illustrated in Fig. 1, which receives and processes the rebroadcast data signal, as illustrated by a receiving antenna in phantom. The output of the transmission channel 200 is coupled to an input terminal of a level 1 QPSK demodulator 302. An output terminal of the level 1 demodulator 302 is coupled to respective input terminals of a first error detection/correction decoder 304 and a delay circuit 306. An output terminal of the first decoder 304 is coupled to an output terminal DATA 1', and to an input terminal of a reencoder 308. An output terminal of the reencoder 308 is coupled to an subtrahend input terminal of an subtracter 310. An output terminal of the delay circuit 306 is coupled to a minuend input terminal of the subtractor 310. A difference output terminal of the subtractor 310 is coupled to an input terminal of a second error detection/correction decoder 312. An output terminal of the second decoder 312 is coupled to a second data output terminal DATA 2. In operation, the first encoder 102 encodes the first data signal DATA 1 to provide error detection/correction capabilities in a known manner. Any of the known error detection/correction codes may be implemented by the encoder/decoder pairs 102/304, 108/312, and those codes may be concatenated, as described in the above mentioned patent. The first encoder 102 produces a stream of encoded bits representing the encoded first data signal DATA 1. The level 1 modulator 104 processes successive sets of two encoded data bits, each set termed a symbol, to generate a QPSK signal which lies in one of four quadrants in a known manner. Similarly, the second encoder 108 encodes the second data signal DATA 2 to provide error detection/correction capabilities in a known manner. The level 2 modulator 110 processes sets of two encoded data bits to also generate a QPSK signal which lies in one of four quadrants. One skilled in the art will understand that additional data signals (DATA 3, etc.) may be respectively error detection/correction encoded by additional encoders and additional QPSK modulators, (level 3, etc.) may be responsive to respective additional sets of two encoded data bits to generate additional QPSK signals. The QPSK signal from the level 1 modulator 104 is given a weight of 1; the QPSK signal from the level 2 modulator 110 is given a weight or gain of .5 by the variable gain amplifier 111; the third a weight of .25 and so forth. All the weighted QPSK signals are then combined into a single modulated signal by the signal combiner 106 and transmitted through a transmission channel 200. The level 1 QPSK modulator 104 causes the combined signal to lie within one of four quadrants in response to the set of two encoded data bits from the first encoder 102. Each quadrant, in turn, may be thought of as divided into four sub-quadrants. The level 2 QPSK modulator 110 causes the combined signal to lie within one of the sub-quadrants within the quadrant selected by the level 1 QPSK modulator 104, in response to the set of two input data bits from the second encoder 108. That sub-quadrant may further be though of as divided into four sub-sub-quadrants, and the combined signal caused to lie within one of those sub-sub-quadrants in response to the set of two input data bits from a third encoder (not shown), and so forth. An older receiver (illustrated in Fig. 1 by a dashed line 300') includes only a level 1 QPSK demodulator 302, which can detect where in the I-Q plane the received signal lies. From that information, the error detection/correction decoder 304 can determine the corresponding two encoded bits in the received first data stream. The error detection/correction decoder 304 can further correct for any errors introduced by the transmission channel to generate a received data signal DATA 1' representing the original first data signal DATA 1. Thus, such a receiver can properly receive, decode, and process a first data signal DATA 1 in the presence of additionally modulated data signals DATA 2, (DATA 3), etc.. The signals included by the level 2 (and level 3, etc.) QPSK modulators look simply like noise to such a receiver. A more advanced receiver 300, on the other hand, can detect which quadrant the received modulated signal lies within, and, thus, can receive, decode, and process successive sets of two data bits representing the first data signal DATA 1. The reencoder 308 in the advanced receiver then regenerates an ideal signal lying in the middle of the indicated quadrant, which is subtracted from the received modulated signal. This operation translates the center of the transmitted signal quadrant to the origin. What remains is a QPSK modulated signal, weighted by .5, representing the second data signal DATA 2. This signal is then decoded by the second decoder 312 to determine which sub-quadrant the signal lies within, indicating the set of two bits corresponding to that signal. Successive sets of two received data bits representing the second data signal DATA 2 are, thus, received, decoded and processed, and so forth. Such a transmission system operates by modulating a carrier in quadrature with what is seen as a constellation of permissible symbols, and is a form of quadrature amplitude modulation (QAM). Such a system is termed a hierarchical QAM transmission system because it may be used to transmit other levels of data signals, or other levels of detail in a single signal, while maintaining backwards compatibility with older receivers. Fig. 2a is a diagram illustrating a constellation in the I-Q plane of permissible symbols for a hierarchical 16QAM transmission system, as illustrated in the above mentioned patent. In Fig. 2a, a first set of two bits determine which quadrant the generated symbol lies within. If the first two bits are "00" then the symbol lies within the upper right hand quadrant, and the level 1 modulator 104 produces I-Q signals such that I = 1 and Q = 1; if the first two bits are "01" then the symbol lies within the upper left hand quadrant, and the level 1 modulator 104 produces I-Q signals such that I = -1 and Q = 1; if the first two bits are "10" then the symbol lies within the lower right hand quadrant and the level 1 modulator 104 produces I-Q signals such that I = 1 and Q = -1; and if the first two bits are "11" then the symbol lies within the lower left hand quadrant and the level 1 modulator 104 produces I-Q signals such that I - -1 and Q = -1. This is indicated in Fig. 2a by the appropriate bit pair in the middle of the associated quadrant. As described above, each quadrant may, itself, be considered to be divided into four sub-quadrants, as illustrated in the upper right hand quadrant in Fig. 2a. The second set of two bits determine which sub-quadrant the symbol lies within. The same mapping is used for determining the sub-quadrant as was described above for determining the quadrant. That is, if the second two bits are "00", then the symbol lies within the upper right hand sub-quadrant and the level 2 modulator generates an I-Q signal such that I = 1 and Q = 1; if the second two bits are "01" then the symbol ties within the upper left hand sub-quadrant and the level 2 modulator generates an I-Q signal such that I = -1 and Q = 1; if the second two bits are "10" then the symbol lies within the lower right hand sub-quadrant and the level 2 modulator generates an I-Q signal such that I = 1 and Q = -1; and if the second two bits are "11" then the symbol lies within the lower left hand sub-quadrant and the level 2 modulator generates an I-Q signal such that I = -1 and Q = -1. The variable gain amplifier 111 (of Fig. 1) weights the signal from the level 2 modulator 110 by a weight of .5, so the points in the sub-quadrants lie at ±.5 around the center point of the quadrant. Each of these locations is shown as a solid circle in Fig. 2a, with a four bit binary number illustrating the combination of the first and second sets of two bits, with the first two bits being the right hand pair of bits and the second two bits being the left hand pair. It is known that the bit error rate performance of the respective data streams through the different levels of a hierarchical QAM system such as described above are different. In general, the bit error rate of the level 1 data stream is better than the bit error rate of the level 2 (and higher) data streams. However, the overall performance of the hierarchical QAM transmission system is optimized when the bit error rate of the respective data streams through the different levels are the same. It is desirable, therefore, to optimize not only the overall bit error rate of the transmission system, but also to more closely match the respective bit error rates of the different levels in the transmission system. By varying the spacing of the transmitted constellation data points within a quadrant (or sub-quadrant) the relative bit error rate performance of the level 1 and level 2 data streams may be varied. European patent publication EP-A-0 594 505 discloses use of group contraction and dilation for varying error performance as prior art, but does not disclose or suggest circuitry for performing this group contraction or disclose or suggest any criteria for selecting a grouping factor. The article "Performance of Multiresolution OFDM on Frequency-Selective Fading Channels" by Kim et al. also discloses in which the grouping factor of a hierarchical QAM constellation may be varied to vary the bit error rate of the respective signals. This article discloses the use of a multiresolution modulation to provide for graceful degradation of a received signal as the signal strength at the receiver location decreases. The article "Terrestrial Digital Video Broadcasting for Mobile Reception Using OFDM" by Russel et al. discloses a system in which the grouping factor of a hierarchical QAM constellation may be varied to vary the bit error rate of the respective signals. This article also relates to the use of multiresolution modulation to provide graceful degradation of a received signal as the signal strength decreases. In none of these references is backward compatibility of the system to older receivers considered or addressed. SUMMARY OF THE INVENTION The inventors have realized that by varying the spacing of the transmitted constellation data points within a quadrant (or sub-quadrant) to more closely match their bit error rate performance the relative bit error rate performance of the level 1 and level 2 data streams may be varied. In accordance with principles of the present invention a QAM trapsmitting system, includes a source of a level 1 and a level 2 data stream, each data stream carrying successive symbols. A hierarchical QAM transmitter, coupled to the level 1 and level 2 data stream source, generates a hierarchical QAM signal in which a level 1 symbol is represented by a data point in one of four quadrants in the I-Q plane, and a level 2 symbol is represented by the data point in one of four sub-quadrants surrounding a center point of the quadrant containing the level 1 data point. The QAM transmitter includes a level 1 QPSK modulator, responsive to the level 1 data stream, for generating a level 1 QPSK signal representing the level 1 symbol and a level 2 QPSK modulator, responsive to the level 2 data stream, for generating a level 2 QPSK signal representing the level 2 symbol. The QAM transmitter further includes a QAM signal generator, for weighting the level 1 QPSK signal by a factor of 1, weighting the level 2 QPSK signal by the grouping factor, and combining the weighted level 1 and level 2 QPSK signals to generate the hierarchical QAM signal. The QAM signal generator includes a variable gain amplifier, having a gain set to the grouping factor, for generating the weighted level 2 QPSK signal and a signal combiner, for combining the level 1 QPSK signal and the weighted level 2 QPSK signal. The level 2 data point is spaced away from the center point by a grouping factor set to more closely match the bit error rate performance of the level 1 and level 2 data streams. BRIEF DESCRIPTION OF THE/DRAWING Fig. 1 is a block diagram of a transmission system in accordance with principles of the present invention; Fig. 2 is a diagram illustrating a constellation of permissible symbols for a hierarchical 16QAM transmission system; Fig. 3a and c are more detailed block diagrams of respective portions of the transmission system illustrated in Fig. 1 and further including a gray code mapper, and Fig. 3b is a table containing data controlling the operation of the gray code mapper; Fig. 4 is a more detailed block diagram of a portion of the transmission system illustrated in Fig. 1 illustrating the operation of differing error detection/correction codes for differing levels; Fig. 5 is a diagram of a received constellation and Fig. 6 is a diagram of one quadrant of a received constellation distorted by the transmission channel; Fig. 7 is a block diagram of circuitry for determining the center of gravity of a quadrant of a received constellation of data points; and Fig. 8 is a diagram of a constellation illustrating the use of grouping factors to vary the relative bit rate performance of the different level signals in a hierarchical QAM signal. DETAILED DESCRIPTION Fig. 3a and c are more detailed block diagrams of respective portions of the transmission system illustrated in Fig. 1 and further including a gray code mapper, and Fig. 3b is a table illustrating the operation of the gray code mapper illustrated in Fig. 3a and c. Referring first to Fig. 2b, a constellation in which adjacent points at all locations represent data values which differ in only one bit position is illustrated. To produce this constellation, the mapping of the set of two bits in the encoded level 2 data signal to locations in a sub-quadrant depends on which quadrant that sub-quadrant lies within. The upper right hand quadrant (00) in Fig. 2b is identical to that in Fig. 2a. In the upper left hand quadrant, however, the left and right columns are switched. In the lower right hand quadrant, the top and bottom rows are switched, and in the lower left hand quadrant, the left and right hand columns and the top and bottom rows are switched. This may be performed by a simple mapping.operation in the transmitter 100 prior to modulating the encoded second data signal DATA 2, and then a simple demapping operation in the receiver 300 after the received encoded second data signal is demodulated. In Fig. 3a, a portion of the transmitter 100 is illustrated. A level 1 symbol (two bits from the first encoder 102 of Fig. 1) is coupled to respective input terminals of the level 1 modulator 104 and a gray code mapper 112. An in- phase (I) signal from the level 1 modulator 104 is coupled to a first input terminal of a first adder 106(l) and a quadrature (Q) signal from the level 1 modulator 104 is coupled to a first input terminal of a second adder 106(Q). The combination of the first adder 106(1) and the second adder 106(Q) form the signal combiner 106 of Fig. 1. A level 2 symbol (two bits from the second encoder 108) is coupled to an input terminal of the level 2 modulator 110. An I output terminal of the level 2 modulator 110 is coupled to an I input terminal of the gray code mapper 112, and a Q output terminal of the level 2 modulator 110 is coupled to a Q input terminal of the gray code mapper 112. An I output terminal of the gray mapper 112 is coupled to a second input terminal of the first adder 106(l) and a Q output terminal of the gray mapper 112 is coupled to a second input terminal of the second adder 106(Q). The variable gain amplifier 111, conditioned to have an attenuation factor of .5 and coupled between the gray code mapper 112 and the signal combiner 106, is not shown to simplify the figure. In operation, the level 1 symbol, represented by the set of two encoded data bits, is received from the level 1 encoder 102 (of Fig. 1). The level 1 symbol is QPSK modulated by the level 1 modulator 104 to generate a set of I and Q component signals representing the quadrant of the modulated signal in a known manner. For example, if the symbol is 0, i.e. the two bits are 00, then the upper right hand quadrant is indicated (I = 1, Q = 1); if the symbol it 1, i.e. the two bits are 01, then the upper left hand quadrant is indicated (I = -1, Q = 1); if the symbol is 2, i.e. the two bits are 10, then the lower right hand quadrant is indicated (I = 1, Q = -1); and if the symbol is 3, i.e. the two bits are 11, then the lower left hand quadrant is indicated (I = -1, Q = -1). In a similar manner, level 2 symbol is QPSK modulated by the level 2 modulator 110 to generate a set of I and Q component signals representing the sub-quadrant of the modulated signal in a known manner. The level 2 modulator generates the modulated signal in exactly the same manner as the level 1 modulator 104, i.e. if the two bits are 00 (0), then the upper right hand sub-quadrant is indicated (I = 1, Q = 1); if the two bits are 01 (1), then the upper left hand sub-quadrant is indicated (I = -1, Q = 1); if the two bits are 10 (2) then the lower right hand sub-quadrant is indicated (I = -1, Q = 1); and if the two bits are 11 (3) then the lower left hand sub-quadrant is indicated (I = -1, Q = -1). This modulated signal is then weighted by .5 (not shown). The resulting constellation from the combination of these two modulated signals would be as illustrated in Fig. 2a. The gray code mapper 112 operates on the I and Q signals from the level 2 modulator 110 to produce the constellation illustrated in Fig. 2b. Fig. 3b illustrates the mapping applied by the gray code mapper 112. If the level 1 symbol is 0, indicating the upper right hand quadrant, then the sub quadrants are unchanged, that is the I and Q output signals from the level 2 modulator are left unchanged. Thus, the I output signal, lout from the gray code mapper 112 is the same as the I input signal lin (lout = lin), and the Q output signal, Qout from the gray code mapper 112 is the same as the Q input signal Qin (Qout = Qin). If, however the level 1 symbol is 1, indicating the upper left hand quadrant, then, referring to Fig. 2, the columns are switched. That is, positive I values become negative and vice versa. Thus when the level 1 symbol is 1, the I output signal is the negative of the I input signal (lout = -lin), while the Q output signal remains the same as the Q input signal (Qout = Qin). If the level 1 symbol is 2, indicating the lower right hand quadrant, then, the rows are switched. That is, positive Q values become negative and vice versa. Thus, when the level 1 symbol is 2, the I output signal is the same as the I input signal (lout = lin), while the Q output signal is the negative of the Q input signal (Qout = -Qin). If the level 1 signal is 3, indicating the lower left hand quadrant, then, both the columns and the rows are switched. That is, positive I values become negative , and positive Q values become negative, and vice versa. Thus, when the level 1 symbol is 3, the I output signal is the negative of the I input signal (lout = -lin), and the Q output signal is the negative of the Q input signal (Qout = -Qin). The gray code mapper 112 provides this function. The resulting I and Q values from the gray code mapper 112 are weighted with a weight of .5 as described above (not shown for simplicity) and combined by the signal combiner 106 with the I and Q values representing the level 1 symbol. The resulting constellation is that illustrated in Fig. 2b. Such a mapping is reversible in the receiver 300 using a similar gray code mapper. Fig. 3c illustrates a portion of a receiver 300 including such a gray code mapper 314. In Fig. 3c, the output terminal of the reencoder 308 is coupled to an input terminal of the gray code mapper 314. An I signal from the subtractor 310 (of Fig. 1) is coupled to an I input terminal of the gray code mapper 314 and a Q signal from the subtractor 310 is coupled to a Q input terminal of the gray mapper 314. An I output terminal of the gray code mapper 314 is coupled to an I input terminal of the second decoder 312 and a Q output terminal of the gray code mapper 314 is coupled to a Q input terminal of the second decoder 312. In operation, the reencoder 308 generates a signal which is an ideal representation of the received level 1 symbol. That is, if the received level 1 signal is determined to lie anywhere in the upper right hand quadrant, then the reencoder 308 produces a signal having the value 0; if anywhere in the upper left hand quadrant a value 1, if anywhere in the lower right hand quadrant a value 2 and if anywhere in the lower left hand quadrant a value 3. This symbol is supplied to a gray code mapper 314;- Respective I and Q signals from the subtractor 310 are processed by the gray code mapper 314 in the manner described above, and illustrated in Fig. 3b. One skilled in the art will appreciate that the gray code mapper 314 in the receiver 300 operates identically to the gray code mapper 112 in Fig. 3a, and will perform the inverse function performed in the transmitter 100. The use of gray code mappers (112 and 312) in the transmitter 100 and receiver 300 allow use of a constellation as illustrated in Fig. 2b, in the manner described above with respect to Fig. 3a. A transmission system using the gray code mapping function described above, to produce a constellation in which adjoining constellation points differ by no more than a single bit will increase the bit error rate of the system. Simulations have shown that using gray coding as described above will cut the number of level 2 bit errors in half. This provides an extra margin in the signal to noise ratio (SNR) of around V dB. This improvement, while modest, will, along with other enhancements, provide improved performance of the transmission system as a whole. Fig. 4 is a more detailed block diagram of a portion of the transmission system illustrated in Fig. 1 illustrating the operation of differing error detection/correction codes for differing levels. As described above, different levels of QPSK modulation suffer from differing levels of degradation due to the compression of the distance between the constellation points in the higher levels of modulation by the non-linear high powered amplifiers employed in satellite broadcasting. More specifically, bit errors inherently occur more often at higher levels of the hierarchical modulation than lower levels. To more closely match the bit error rates of the level 1 and level 2 signals, error detection/correction codes having differing performance characteristics are used in the respective data streams. More specifically, more powerful error detection/correction coding will be used in higher level data streams while less powerful error detection/correction coding will be used on lower level data streams.. This will optimize the overall performance and information transmission capacity of the transmission system. In Fig. 4, those elements which are the same as those illustrated in Fig. 1 are designated with the same reference number and are not described in detail below. In Fig. 4, the first error detection/correction encoder 102 in the transmitter 100 is partitioned into a serial connection of an outer encoder 102(O) and an inner encoder 102(1). Similarly, the second error detection/correction encoder 108 is partitioned into a serial connection of an outer encoder 108(0) and an inner encoder 108(1). In a corresponding manner, the first error detection/correction decoder 304 in the receiver 300 is partitioned into a serial connection of an inner decoder 304(1) and an outer decoder 304(0). Similarly, the second error detection/correction decoder 312 is partitioned into a serial connection of an inner decoder 312(1) and an inner encoder 312(0) As disclosed in the above mentioned patent, the outer encoder/decoder pairs implement a block coding technique, such as Hamming codes, Hadamard codes. Cyclic codes and Reed-Solomon (RS) codes, while the inner encoder/decoder pairs implement a convolutional code. In Fig. 4, the coding used for the level 2 data stream is more powerful than the coding used for the level 1 data stream. More specifically, the convolutional code used in the inner encoder/decoder pair in the level 2 data stream is more powerful than the convolutional code used in the inner encoder/decoder pair in the level 1 data stream. For example, in a preferred embodiment, the first inner encoder/decoder pair, processing the level 1 data stream, implements a rate 1/2, constraint length 7 convolutional code punctured to a rate of 0. The second inner encoder/decoder pair, processing the level 2 data stream, implements a rate 1/2 convolutional code without puncturing. The coding of the level 2 data stream is more powerful than that of the level 1 data stream. This more closely matches the bit error rate performance of the level 1 and level 2 data streams, and optimizes the performance of the transmission system as a whole. As described above, and illustrated in Fig. 1, the level 1 demodulator 302 and decoder 304 cooperate to detect the DATA 1 signal from the received constellation. Then a reconstructed ideal signal, from reencoder 308, representing this detected DATA 1 signal is then subtracted from the received constellation, and ideally results in translation of the received constellation to form another constellation of the sub-quadrants within the detected quadrant. However, this translation operation is very sensitive to any mismatch between the actual "center point" of the quadrant as received, and the ideal center point (displaced by ± 1 from the origin of the level 1 constellation) assumed by the reencoder 308. Any mismatch in size between the received constellation and the ideal constellation results in the actual center point of the received quadrant being displaced from the assumed center point, and when the received constellation is translated by the reencoder 308 and subtractor 310, results in the actual center point of the displaced sub-quadrant being displaced from the origin assumed by the second decoder 312. Thus, the gain of the received channel must be accurately adapted to, in order to place the center point of the sub-quadrant in the proper location (origin) to be accurately decoded by the second decoder 312. In known transmission systems, the gain of the system is determined by comparing the received constellation of data points to a known ideal constellation of data points. There are several problems associated with accurate maintenance of the gain in this manner, however. First, in some transmission systems, the locations of the constellation points may be deliberately distorted from their ideal locations. The resulting constellation does not have the equi-spaced points illustrated in Fig. 2. Second, the transmission channel is not constant, and may be noisy with varying amounts of non-linearity. To determine the location of the center point of the quadrants, and thus the gain of the system, in such systems, the center-of-gravity of all the data points in the quadrants is determined. Fig. 7 is a block diagram of circuitry for determining the center of gravity of a quadrant of a received constellation of data points. In Fig. 7, a rotator 321 receives I and Q values representing I and Q components of successive received data points from the level 1 demodulator 302 (of Fig. 1). An I output terminal of the rotator 321 is coupled to an input terminal of an I low pass filter (LPF) 320. A Q output terminal of the rotator 321 is coupled to an input terminal of a Q LPF 322. Respective output terminals of the I and Q LPFs, 320 and 322, are coupled to corresponding input terminals of a magnitude calculating circuit 324. An output terminal of the magnitude calculating circuit 324 is coupled to the reencoder 308. In operation, the rotator 321 rotates all of the received values from whatever quadrant they were received in to the upper right hand quadrant in a known manner. Fig. 5 is a diagram of a received constellation and shows the locations of a plurality of successive received modulated data points. The received data points form scatters in the respective neighborhoods of the assumed locations of the received constellation points in all four quadrants. Fig. 6 is a diagram of the upper right hand quadrant of a received constellation all of whose data points have been rotated to this quadrant by the rotator 321. The quadrant illustrated in Fig. 6 represents a constellation which has been distorted by either deliberate pre-distortion of the transmitted constellation points and/or by the operation of the transmission channel 200. The I component of the rotated data points from the rotator 321 is low pass filtered in the LPF 320 with a sliding moving average of n points. In the illustrated embodiment, the sliding moving average is calculated using the preceding 500 data points. The Q component of the rotated data points from the rotator 321 is similarly low pass filtered with a sliding moving average. One skilled in the art will understand that the low pass filters 320, 322 may also be constructed using respective IIR digital filters. The low pass filtering operation produces the respective I and Q components of the center of gravity of the received data points in the quadrant. The estimate of the magnitude of the center of gravity is calculated in the magnitude calculating circuit 324. For example if n[n] is the filtered in-phase I component, and rq[n] is the filtered quadrature Q component, then the magnitude of the center of gravity is calculated as The magnitude of the center of gravity M should ideally The magnitude of the ideal reconstructed signal from the reencoder 308 is adjusted in response to the magnitude of the calculated center of gravity M. By properly adjusting the magnitude of the reconstructed ideal signal from the reencoder 308, the centers of the respective received quadrants will be properly translated to the origin by the subtractor 310, and allow for accurate decoding of the level 2 and higher data signals. The circuit illustrated in Fig. 7 will operate independently of the method of transmission, whether linear or non-linear. It also operates properly in the presence of a pre-distorted transmission constellation, or with non-standard grouping factors (described in more detail below). It has been found that the circuit works well in practice with no measurable degradation when used on hierarchical 16QAM transmission system over a linear channel when compared with exact knowledge of the locations of the centers of the quadrants. The circuit also operates well in the presence of noise and in particular in the presence of channel distortion caused by non-linear channels, such as found in direct satellite television signal transmission systems. Such a circuit improves the performance of the higher level data streams, and thus, improves the overall performance of the transmission system. Referring again to Fig. 1, in known hierarchical QAM transmission systems, the constellation generated by the level 2 modulator 110 is combined in the signal combiner 106 with the constellation generated by the level 1 modulator 104 after being weighted in the variable gain amplifier 111 by a factor of .5. The weighting factor of .5 is termed the grouping factor and may be varied to change the relative performance of the level 1 and level 2 data streams, as described in more detail below. Referring to Fig. 2a, the resulting constellation consists of equispaced constellation points. As described above, such an arrangement results in a transmission system in which the performance of the level 1 data stream, in terms of bit error rate, is better than that of the level 2 data stream. By varying the grouping factor, the relative performance of the level 1 and level 2 data streams may be more closely matches. Referring to Fig. 8a, the gain of the variable gain amplifier (111 of Fig. 1) is conditioned to be .3. The resulting constellation points are spaced only .3 from the center point of the quadrant. One skilled in the art will recognize that in the constellation illustrated in Fig. 8a, the constellation points in a quadrant are further away from constellation points in other quadrants than in the constellation illustrated in Fig. 2a. Conversely, the constellation points within a quadrant are closer together than those illustrated in Fig. 2a. Such a system allows more accurate determination of which quadrant the level 1 data signal is in at the expense of less accurate determination of the constellation point of the level 2 data signal within the quadrant, thus, increasing the performance of the level 1 data stream and decreasing the performance of the level 2 data stream, when compared to the system of Fig. 2a.. Referring to Fig. 8b, the gain of the variable gain amplifier (111 of Fig. 1) is conditioned to be .7. The resulting constellation points are spaced .7 from the center point of the quadrant. One skilled in the art will recognize that in the constellation illustrated in Fig. 8b, the constellation points in a quadrant are closer to constellation points in other quadrants than in the constellation illustrated in Fig. 2a. Conversely, the constellation points within a quadrant are further apart than those illustrated in Fig. 2a. Such a system allows more accurate determination of the constellation point of the level 2 data signal within the quadrant at the expense of less accurate determination of which quadrant the level 1 data signal is in, thus, increasing the performance of the level 2 data stream and decreasing the performance of the level 1 data stream, when compared to the system of Fig. 2a.. By proper setting of the gain of the variable gain amplifier 111 (of Fig. 1), the grouping of the constellation points with each cluster may be placed optimally to more closely match the performance of the level 1 and level 2 data streams. It has been determined that for a 16QAM transmission system transmitted through a non-linear direct satellite television channel, a grouping factor of around .6 to around .7 will more closely match the bit error rate performance of the level 1 and level 2 data streams. This will increase the overall performance of the transmission system as a whole. WE CLAIM: 1. A QAM receiving system comprising s an input for receiving a level 1 and a level 2 datastream carrying successive symbols, wherein a level i symbol is represented by a data point in one of four quadrants in the 1—Q plane, and a level 2 symbol is represented by the data point in one of four sub—quadrants surrounding a center point of the quadrant containing the level 1 data point, and wherein the level 2 data point is spaced away from the center point by a grouping factor set to More closely Match the bit error rate performance of the level 1 and level 2 data streams} a demodulator responsive to a data stream received at said input for producing a demodulated datastream; a signal processing network including a decoder, responsive to the demodulated datastream for producing level 1 and level 2 data. A QAM transmitting system, includes a source of a level 1 and a level 2 data stream, each data stream carrying successive symbols. A hierarchical QAM transmitter, coupled to the level 1 and level 2 data stream source, generates a Shierarchical QAM signal in which a level 1 symbol is represented by a data point in one of four quadrants in the I-Q plane, and a level 2 symbol is represented by the data point in one of four sub-quadrants surrounding a center point of the quadrant containing the level 1 data point. The level 2 data point is spaced away from the center point by a grouping factor set to more closely match the 10 bit error rate performance of the level 1 and level 2 data streams.

Full Text

A HIERARCHICAL QAM TRANSMISSION SYSTEM WITH VARYING
GROUPING FACTOR
FIELD OF THE INVENTION
The present invention relates to hierarchical quadrature amplitude modulation
transmission systems.
BACKGROUND OF THE INVENTION
It is known to combine separate signals onto a single carrier for transmission.
For example, US Patent 5,710,754 discloses a system for combining a digital signal
transmitted using a digital vector modulation, such as QPSK or QAM modulation,
with an analog signal which is analog vector modulated. In the vector plane, the
digital signal successively assumes one of a predetermined set of locations. The
vector space occupied by the analog signal surrounds each of the predetermined
locations. In order to keep the space occupied by the analog signal at one of the
predetermined location from overlapping with the space occupied by the analog
signal at a neighboring predetermined location, the amplitude of the vector space
occupied by the analog signal is limited by an automatic gain control arrangement.
For another example, U.S. Patent 5,966,412, issued October 12,1999 to
Ramaswamy, discloses a modulation system which can remain backward
compatible with older quadrature phase shift keyed (QPSK) receivers, while
simultaneously further allowing additional data streams, for providing higher data
rates or higher precision data, to be receivable by more advanced receivers. Fig. 1
is a block diagram illustrating a hierarchical QAM transmission system as disclosed
in this patent. Fig. 1 discloses a data transmitter 100 coupled to a data receiver 300
via a transmission channel 200.
In Fig. 1, a first input terminal DATA 1 is coupled to source (not shown) of a
first data signal, and a second input terminal DATA 2 is coupled to a source (not
shown) of a second data signal. The first and second data signals may represent
separate and independent data, or may represent related data signals, such as
signals carrying respective portions of the same data signal (for increasing the

throughput of the transmission system) or a elementary data portion and a
supplemental data portion of the same data signal (for transmitting enhanced signals
while maintaining backward compatibility with existing older receivers, as described
in more detail below). The first input terminal DATA 1 is coupled to an input terminal
of a first error detection/correction encoder 102. An output terminal of the first
encoder 102 is coupled to an input terminal of a
level 1 QPSK modulator 104. An output terminal of the level 1 QPSK modulator
104 is coupled to a first input terminal of a signal combiner 106.
The second input terminal DATA 2 is coupled to an input terminal of a
second error detection/correction encoder 108. An output terminal of the
second encoder 108 is coupled to an input terminal of a level 2 QPSK modulator
110. The level 2 QPSK modulator 110 is coupled to an input terminal of a
variable gain amplifier 111, having a gain of G. An output terminal of the
variable gain amplifier 111 is coupled to a second input terminal of the signal
combiner 106. An output terminal of the signal combiner 106 produces a
combined modulated signal and is coupled to the transmission channel 200. In
the illustrated embodiment, this channel is a direct satellite television signal
transmission system, and the transmission channel includes a ground
transmitting station at the transmitter 100 (represented by a transmitting
antenna in phantom), a communications satellite (not shown), for receiving the
data from the ground station and rebroadcasting that data to a plurality of
ground receiving stations, one of which. (300) is illustrated in Fig. 1, which
receives and processes the rebroadcast data signal, as illustrated by a receiving
antenna in phantom.
The output of the transmission channel 200 is coupled to an input terminal
of a level 1 QPSK demodulator 302. An output terminal of the level 1
demodulator 302 is coupled to respective input terminals of a first error
detection/correction decoder 304 and a delay circuit 306. An output terminal of
the first decoder 304 is coupled to an output terminal DATA 1', and to an input
terminal of a reencoder 308. An output terminal of the reencoder 308 is coupled
to an subtrahend input terminal of an subtracter 310. An output terminal of the
delay circuit 306 is coupled to a minuend input terminal of the subtractor 310.
A difference output terminal of the subtractor 310 is coupled to an input terminal
of a second error detection/correction decoder 312. An output terminal of the
second decoder 312 is coupled to a second data output terminal DATA 2*.
In operation, the first encoder 102 encodes the first data signal DATA 1 to
provide error detection/correction capabilities in a known manner. Any of the
known error detection/correction codes may be implemented by the
encoder/decoder pairs 102/304, 108/312, and those codes may be
concatenated, as described in the above mentioned patent. The first encoder
102 produces a stream of encoded bits representing the encoded first data signal
DATA 1. The level 1 modulator 104 processes successive sets of two encoded
data bits, each set termed a symbol, to generate a QPSK signal which lies in one
of four quadrants in a known manner. Similarly, the second encoder 108
encodes the second data signal DATA 2 to provide error detection/correction
capabilities in a known manner. The level 2 modulator 110 processes sets of
two encoded data bits to also generate a QPSK signal which lies in one of four
quadrants. One skilled in the art will understand that additional data signals
(DATA 3, etc.) may be respectively error detection/correction encoded by
additional encoders and additional QPSK modulators, (level 3, etc.) may be
responsive to respective additional sets of two encoded data bits to generate
additional QPSK signals. The QPSK signal from the level 1 modulator 104 is
given a weight of 1; the QPSK signal from the level 2 modulator 110 is given a
weight or gain of .5 by the variable gain amplifier 111; the third a weight of .25
and so forth. All the weighted QPSK signals are then combined into a single
modulated signal by the signal combiner 106 and transmitted through a
transmission channel 200.
The level 1 QPSK modulator 104 causes the combined signal to lie within
one of four quadrants in response to the set of two encoded data bits from the
first encoder 102. Each quadrant, in turn, may be thought of as divided into four
sub-quadrants. The level 2 QPSK modulator 110 causes the combined signal to
lie within one of the sub-quadrants within the quadrant selected by the level 1
QPSK modulator 104, in response to the set of two input data bits from the
second encoder 108. That sub-quadrant may further be though of as divided
into four sub-sub-quadrants, and the combined signal caused to lie within one of
those sub-sub-quadrants in response to the set of two input data bits from a
third encoder (not shown), and so forth.
An older receiver (illustrated in Fig. 1 by a dashed line 300') includes only
a level 1 QPSK demodulator 302, which can detect where in the I-Q plane the
received signal lies. From that information, the error detection/correction
decoder 304 can determine the corresponding two encoded bits in the received
first data stream. The error detection/correction decoder 304 can further correct
for any errors introduced by the transmission channel to generate a received data
signal DATA 1' representing the original first data signal DATA 1. Thus, such a
receiver can properly receive, decode, and process a first data signal DATA 1 in
the presence of additionally modulated data signals DATA 2, (DATA 3), etc..
The signals included by the level 2 (and level 3, etc.) QPSK modulators look
simply like noise to such a receiver.
A more advanced receiver 300, on the other hand, can detect which
quadrant the received modulated signal lies within, and, thus, can receive,
decode, and process successive sets of two data bits representing the first data
signal DATA 1. The reencoder 308 in the advanced receiver then regenerates an
ideal signal lying in the middle of the indicated quadrant, which is subtracted
from the received modulated signal. This operation translates the center of the
transmitted signal quadrant to the origin. What remains is a QPSK modulated
signal, weighted by .5, representing the second data signal DATA 2. This signal
is then decoded by the second decoder 312 to determine which sub-quadrant
the signal lies within, indicating the set of two bits corresponding to that signal.
Successive sets of two received data bits representing the second data signal
DATA 2 are, thus, received, decoded and processed, and so forth. Such a
transmission system operates by modulating a carrier in quadrature with what is
seen as a constellation of permissible symbols, and is a form of quadrature
amplitude modulation (QAM). Such a system is termed a hierarchical QAM
transmission system because it may be used to transmit other levels of data
signals, or other levels of detail in a single signal, while maintaining backwards
compatibility with older receivers.
Fig. 2a is a diagram illustrating a constellation in the I-Q plane of
permissible symbols for a hierarchical 16QAM transmission system, as illustrated
in the above mentioned patent. In Fig. 2a, a first set of two bits determine
which quadrant the generated symbol lies within. If the first two bits are "00"
then the symbol lies within the upper right hand quadrant, and the level 1
modulator 104 produces I-Q signals such that I = 1 and Q = 1; if the first two
bits are "01" then the symbol lies within the upper left hand quadrant, and the
level 1 modulator 104 produces I-Q signals such that I = -1 and Q = 1; if the
first two bits are "10" then the symbol lies within the lower right hand quadrant
and the level 1 modulator 104 produces I-Q signals such that I = 1 and Q = -1;
and if the first two bits are "11" then the symbol lies within the lower left hand
quadrant and the level 1 modulator 104 produces I-Q signals such that I - -1
and Q = -1. This is indicated in Fig. 2a by the appropriate bit pair in the middle
of the associated quadrant.
As described above, each quadrant may, itself, be considered to be
divided into four sub-quadrants, as illustrated in the upper right hand quadrant in
Fig. 2a. The second set of two bits determine which sub-quadrant the symbol
lies within. The same mapping is used for determining the sub-quadrant as was
described above for determining the quadrant. That is, if the second two bits are
"00", then the symbol lies within the upper right hand sub-quadrant and the level
2 modulator generates an I-Q signal such that I = 1 and Q = 1; if the second
two bits are "01" then the symbol ties within the upper left hand sub-quadrant and
the level 2 modulator generates an I-Q signal such that I = -1 and Q = 1; if the second
two bits are "10" then the symbol lies within the lower right hand sub-quadrant and the
level 2 modulator generates an I-Q signal such that I = 1 and Q = -1; and if the second
two bits are "11" then the symbol lies within the lower left hand sub-quadrant and the
level 2 modulator generates an I-Q signal such that I = -1 and Q = -1. The variable gain
amplifier 111 (of Fig. 1) weights the signal from the level 2 modulator 110 by a weight of
.5, so the points in the sub-quadrants lie at ±.5 around the center point of the quadrant.
Each of these locations is shown as a solid circle in Fig. 2a, with a four bit binary
number illustrating the combination of the first and second sets of two bits, with the first
two bits being the right hand pair of bits and the second two bits being the left hand pair.
It is known that the bit error rate performance of the respective data streams
through the different levels of a hierarchical QAM system such as described above are
different. In general, the bit error rate of the level 1 data stream is better than the bit
error rate of the level 2 (and higher) data streams. However, the overall performance of
the hierarchical QAM transmission system is optimized when the bit error rate of the
respective data streams through the different levels are the same. It is desirable,
therefore, to optimize not only the overall bit error rate of the transmission system, but
also to more closely match the respective bit error rates of the different levels in the
transmission system.
By varying the spacing of the transmitted constellation data points within a
quadrant (or sub-quadrant) the relative bit error rate performance of the level 1 and level
2 data streams may be varied. European patent publication EP-A-0 594 505 discloses
use of group contraction and dilation for varying error performance as prior art, but does
not disclose or suggest circuitry for performing this group contraction or disclose or
suggest any criteria for selecting a grouping factor.
The article "Performance of Multiresolution OFDM on Frequency-Selective
Fading Channels" by Kim et al. also discloses in which the grouping factor of a
hierarchical QAM constellation may be varied to vary the bit error rate of the respective
signals. This article discloses the use of a multiresolution modulation to provide for
graceful degradation of a received signal as the signal strength at the receiver location
decreases.
The article "Terrestrial Digital Video Broadcasting for Mobile Reception Using
OFDM" by Russel et al. discloses a system in which the grouping factor of a hierarchical
QAM constellation may be varied to vary the bit error rate of the respective signals.
This article also relates to the use of multiresolution modulation to provide graceful
degradation of a received signal as the signal strength decreases. In none of these
references is backward compatibility of the system to older receivers considered or
addressed.
SUMMARY OF THE INVENTION
The inventors have realized that by varying the spacing of the transmitted
constellation data points within a quadrant (or sub-quadrant) to more closely match their
bit error rate performance the relative bit error rate performance of the level 1 and level
2 data streams may be varied.
In accordance with principles of the present invention a QAM trapsmitting
system, includes a source of a level 1 and a level 2 data stream, each data stream
carrying successive symbols. A hierarchical QAM transmitter, coupled to the level 1
and level 2 data stream source, generates a hierarchical QAM signal in which a level 1
symbol is represented by a data point in one of four quadrants in the I-Q plane, and a
level 2 symbol is represented by the data point in one of four sub-quadrants surrounding
a center point of the quadrant containing the level 1 data point. The QAM transmitter
includes a level 1 QPSK modulator, responsive to the level 1 data stream, for
generating a level 1 QPSK signal representing the level 1 symbol and a level 2 QPSK
modulator, responsive to the level 2 data stream, for generating a level 2 QPSK signal
representing the level 2 symbol. The QAM transmitter further includes a QAM signal
generator, for weighting the level 1 QPSK signal by a factor of 1, weighting the level 2
QPSK signal by the grouping factor, and combining the weighted level 1 and level 2
QPSK signals to generate the hierarchical QAM signal. The QAM signal generator
includes a variable gain amplifier, having a gain set to the grouping factor, for
generating the weighted level 2 QPSK signal and a signal combiner, for combining the
level 1 QPSK signal and the weighted level 2 QPSK signal. The level 2 data point is
spaced away from the center point by a grouping factor set to more closely match the
bit error rate performance of the level 1 and level 2 data streams.
BRIEF DESCRIPTION OF THE/DRAWING
Fig. 1 is a block diagram of a transmission system in accordance with principles
of the present invention;
Fig. 2 is a diagram illustrating a constellation of permissible symbols for a
hierarchical 16QAM transmission system;
Fig. 3a and c are more detailed block diagrams of respective portions of the
transmission system illustrated in Fig. 1 and further including a gray code mapper, and
Fig. 3b is a table containing data controlling the operation of the gray code mapper;
Fig. 4 is a more detailed block diagram of a portion of the transmission system
illustrated in Fig. 1 illustrating the operation of differing error detection/correction codes
for differing levels;
Fig. 5 is a diagram of a received constellation and Fig. 6 is a diagram of one
quadrant of a received constellation distorted by the transmission channel;
Fig. 7 is a block diagram of circuitry for determining the center of gravity of a
quadrant of a received constellation of data points; and
Fig. 8 is a diagram of a constellation illustrating the use of grouping factors to
vary the relative bit rate performance of the different level signals in a hierarchical QAM
signal.
DETAILED DESCRIPTION
Fig. 3a and c are more detailed block diagrams of respective portions of
the transmission system illustrated in Fig. 1 and further including a gray code
mapper, and Fig. 3b is a table illustrating the operation of the gray code mapper
illustrated in Fig. 3a and c. Referring first to Fig. 2b, a constellation in which
adjacent points at all locations represent data values which differ in only one bit
position is illustrated. To produce this constellation, the mapping of the set of
two bits in the encoded level 2 data signal to locations in a sub-quadrant
depends on which quadrant that sub-quadrant lies within. The upper right hand
quadrant (00) in Fig. 2b is identical to that in Fig. 2a. In the upper left hand
quadrant, however, the left and right columns are switched. In the lower right
hand quadrant, the top and bottom rows are switched, and in the lower left hand
quadrant, the left and right hand columns and the top and bottom rows are
switched. This may be performed by a simple mapping.operation in the
transmitter 100 prior to modulating the encoded second data signal DATA 2, and
then a simple demapping operation in the receiver 300 after the received
encoded second data signal is demodulated.
In Fig. 3a, a portion of the transmitter 100 is illustrated. A level 1 symbol
(two bits from the first encoder 102 of Fig. 1) is coupled to respective input
terminals of the level 1 modulator 104 and a gray code mapper 112. An in-
phase (I) signal from the level 1 modulator 104 is coupled to a first input terminal
of a first adder 106(l) and a quadrature (Q) signal from the level 1 modulator 104
is coupled to a first input terminal of a second adder 106(Q). The combination
of the first adder 106(1) and the second adder 106(Q) form the signal combiner
106 of Fig. 1. A level 2 symbol (two bits from the second encoder 108) is
coupled to an input terminal of the level 2 modulator 110. An I output terminal
of the level 2 modulator 110 is coupled to an I input terminal of the gray code
mapper 112, and a Q output terminal of the level 2 modulator 110 is coupled to
a Q input terminal of the gray code mapper 112. An I output terminal of the
gray mapper 112 is coupled to a second input terminal of the first adder 106(l)
and a Q output terminal of the gray mapper 112 is coupled to a second input
terminal of the second adder 106(Q). The variable gain amplifier 111,
conditioned to have an attenuation factor of .5 and coupled between the gray
code mapper 112 and the signal combiner 106, is not shown to simplify the
figure.
In operation, the level 1 symbol, represented by the set of two encoded
data bits, is received from the level 1 encoder 102 (of Fig. 1). The level 1
symbol is QPSK modulated by the level 1 modulator 104 to generate a set of I
and Q component signals representing the quadrant of the modulated signal in a
known manner. For example, if the symbol is 0, i.e. the two bits are 00, then
the upper right hand quadrant is indicated (I = 1, Q = 1); if the symbol it 1, i.e.
the two bits are 01, then the upper left hand quadrant is indicated (I = -1, Q =
1); if the symbol is 2, i.e. the two bits are 10, then the lower right hand
quadrant is indicated (I = 1, Q = -1); and if the symbol is 3, i.e. the two bits are
11, then the lower left hand quadrant is indicated (I = -1, Q = -1). In a similar
manner, level 2 symbol is QPSK modulated by the level 2 modulator 110 to
generate a set of I and Q component signals representing the sub-quadrant of
the modulated signal in a known manner. The level 2 modulator generates the
modulated signal in exactly the same manner as the level 1 modulator 104, i.e. if
the two bits are 00 (0), then the upper right hand sub-quadrant is indicated (I =
1, Q = 1); if the two bits are 01 (1), then the upper left hand sub-quadrant is
indicated (I = -1, Q = 1); if the two bits are 10 (2) then the lower right hand
sub-quadrant is indicated (I = -1, Q = 1); and if the two bits are 11 (3) then the
lower left hand sub-quadrant is indicated (I = -1, Q = -1). This modulated
signal is then weighted by .5 (not shown).
The resulting constellation from the combination of these two modulated
signals would be as illustrated in Fig. 2a. The gray code mapper 112 operates
on the I and Q signals from the level 2 modulator 110 to produce the
constellation illustrated in Fig. 2b. Fig. 3b illustrates the mapping applied by the
gray code mapper 112. If the level 1 symbol is 0, indicating the upper right
hand quadrant, then the sub quadrants are unchanged, that is the I and Q output
signals from the level 2 modulator are left unchanged. Thus, the I output signal,
lout from the gray code mapper 112 is the same as the I input signal lin (lout =
lin), and the Q output signal, Qout from the gray code mapper 112 is the same
as the Q input signal Qin (Qout = Qin). If, however the level 1 symbol is 1,
indicating the upper left hand quadrant, then, referring to Fig. 2, the columns are
switched. That is, positive I values become negative and vice versa. Thus when
the level 1 symbol is 1, the I output signal is the negative of the I input signal
(lout = -lin), while the Q output signal remains the same as the Q input signal
(Qout = Qin). If the level 1 symbol is 2, indicating the lower right hand
quadrant, then, the rows are switched. That is, positive Q values become
negative and vice versa. Thus, when the level 1 symbol is 2, the I output signal
is the same as the I input signal (lout = lin), while the Q output signal is the
negative of the Q input signal (Qout = -Qin). If the level 1 signal is 3, indicating
the lower left hand quadrant, then, both the columns and the rows are switched.
That is, positive I values become negative , and positive Q values become
negative, and vice versa. Thus, when the level 1 symbol is 3, the I output signal
is the negative of the I input signal (lout = -lin), and the Q output signal is the
negative of the Q input signal (Qout = -Qin). The gray code mapper 112
provides this function. The resulting I and Q values from the gray code mapper
112 are weighted with a weight of .5 as described above (not shown for
simplicity) and combined by the signal combiner 106 with the I and Q values
representing the level 1 symbol. The resulting constellation is that illustrated in
Fig. 2b.
Such a mapping is reversible in the receiver 300 using a similar gray code
mapper. Fig. 3c illustrates a portion of a receiver 300 including such a gray code
mapper 314. In Fig. 3c, the output terminal of the reencoder 308 is coupled to
an input terminal of the gray code mapper 314. An I signal from the subtractor
310 (of Fig. 1) is coupled to an I input terminal of the gray code mapper 314 and
a Q signal from the subtractor 310 is coupled to a Q input terminal of the gray
mapper 314. An I output terminal of the gray code mapper 314 is coupled to an
I input terminal of the second decoder 312 and a Q output terminal of the gray
code mapper 314 is coupled to a Q input terminal of the second decoder 312.
In operation, the reencoder 308 generates a signal which is an ideal
representation of the received level 1 symbol. That is, if the received level 1
signal is determined to lie anywhere in the upper right hand quadrant, then the
reencoder 308 produces a signal having the value 0; if anywhere in the upper
left hand quadrant a value 1, if anywhere in the lower right hand quadrant a
value 2 and if anywhere in the lower left hand quadrant a value 3. This symbol
is supplied to a gray code mapper 314;- Respective I and Q signals from the
subtractor 310 are processed by the gray code mapper 314 in the manner
described above, and illustrated in Fig. 3b. One skilled in the art will appreciate
that the gray code mapper 314 in the receiver 300 operates identically to the
gray code mapper 112 in Fig. 3a, and will perform the inverse function
performed in the transmitter 100.
The use of gray code mappers (112 and 312) in the transmitter 100 and
receiver 300 allow use of a constellation as illustrated in Fig. 2b, in the manner
described above with respect to Fig. 3a. A transmission system using the gray
code mapping function described above, to produce a constellation in which
adjoining constellation points differ by no more than a single bit will increase the
bit error rate of the system. Simulations have shown that using gray coding as
described above will cut the number of level 2 bit errors in half. This provides an
extra margin in the signal to noise ratio (SNR) of around V* dB. This
improvement, while modest, will, along with other enhancements, provide
improved performance of the transmission system as a whole.
Fig. 4 is a more detailed block diagram of a portion of the transmission
system illustrated in Fig. 1 illustrating the operation of differing error
detection/correction codes for differing levels. As described above, different
levels of QPSK modulation suffer from differing levels of degradation due to the
compression of the distance between the constellation points in the higher levels
of modulation by the non-linear high powered amplifiers employed in satellite
broadcasting. More specifically, bit errors inherently occur more often at higher
levels of the hierarchical modulation than lower levels. To more closely match
the bit error rates of the level 1 and level 2 signals, error detection/correction
codes having differing performance characteristics are used in the respective
data streams. More specifically, more powerful error detection/correction coding
will be used in higher level data streams while less powerful error
detection/correction coding will be used on lower level data streams.. This will
optimize the overall performance and information transmission capacity of the
transmission system.
In Fig. 4, those elements which are the same as those illustrated in Fig. 1
are designated with the same reference number and are not described in detail
below. In Fig. 4, the first error detection/correction encoder 102 in the
transmitter 100 is partitioned into a serial connection of an outer encoder 102(O)
and an inner encoder 102(1). Similarly, the second error detection/correction
encoder 108 is partitioned into a serial connection of an outer encoder 108(0)
and an inner encoder 108(1). In a corresponding manner, the first error
detection/correction decoder 304 in the receiver 300 is partitioned into a serial
connection of an inner decoder 304(1) and an outer decoder 304(0). Similarly,
the second error detection/correction decoder 312 is partitioned into a serial
connection of an inner decoder 312(1) and an inner encoder 312(0) As disclosed
in the above mentioned patent, the outer encoder/decoder pairs implement a
block coding technique, such as Hamming codes, Hadamard codes. Cyclic codes
and Reed-Solomon (RS) codes, while the inner encoder/decoder pairs implement
a convolutional code.
In Fig. 4, the coding used for the level 2 data stream is more powerful
than the coding used for the level 1 data stream. More specifically, the
convolutional code used in the inner encoder/decoder pair in the level 2 data
stream is more powerful than the convolutional code used in the inner
encoder/decoder pair in the level 1 data stream. For example, in a preferred
embodiment, the first inner encoder/decoder pair, processing the level 1 data
stream, implements a rate 1/2, constraint length 7 convolutional code punctured
to a rate of 0. The second inner encoder/decoder pair, processing the level 2
data stream, implements a rate 1/2 convolutional code without puncturing. The
coding of the level 2 data stream is more powerful than that of the level 1 data
stream. This more closely matches the bit error rate performance of the level 1
and level 2 data streams, and optimizes the performance of the transmission
system as a whole.
As described above, and illustrated in Fig. 1, the level 1 demodulator 302
and decoder 304 cooperate to detect the DATA 1 signal from the received
constellation. Then a reconstructed ideal signal, from reencoder 308,
representing this detected DATA 1 signal is then subtracted from the received
constellation, and ideally results in translation of the received constellation to
form another constellation of the sub-quadrants within the detected quadrant.
However, this translation operation is very sensitive to any mismatch between
the actual "center point" of the quadrant as received, and the ideal center point
(displaced by ± 1 from the origin of the level 1 constellation) assumed by the
reencoder 308. Any mismatch in size between the received constellation and
the ideal constellation results in the actual center point of the received quadrant
being displaced from the assumed center point, and when the received
constellation is translated by the reencoder 308 and subtractor 310, results in
the actual center point of the displaced sub-quadrant being displaced from the
origin assumed by the second decoder 312. Thus, the gain of the received
channel must be accurately adapted to, in order to place the center point of the
sub-quadrant in the proper location (origin) to be accurately decoded by the
second decoder 312.
In known transmission systems, the gain of the system is determined by
comparing the received constellation of data points to a known ideal
constellation of data points. There are several problems associated with
accurate maintenance of the gain in this manner, however. First, in some
transmission systems, the locations of the constellation points may be
deliberately distorted from their ideal locations. The resulting constellation does
not have the equi-spaced points illustrated in Fig. 2. Second, the transmission
channel is not constant, and may be noisy with varying amounts of non-linearity.
To determine the location of the center point of the quadrants, and thus the gain
of the system, in such systems, the center-of-gravity of all the data points in the
quadrants is determined.
Fig. 7 is a block diagram of circuitry for determining the center of gravity
of a quadrant of a received constellation of data points. In Fig. 7, a rotator 321
receives I and Q values representing I and Q components of successive received
data points from the level 1 demodulator 302 (of Fig. 1). An I output terminal of
the rotator 321 is coupled to an input terminal of an I low pass filter (LPF) 320.
A Q output terminal of the rotator 321 is coupled to an input terminal of a Q LPF
322. Respective output terminals of the I and Q LPFs, 320 and 322, are
coupled to corresponding input terminals of a magnitude calculating circuit 324.
An output terminal of the magnitude calculating circuit 324 is coupled to the
reencoder 308.
In operation, the rotator 321 rotates all of the received values from
whatever quadrant they were received in to the upper right hand quadrant in a
known manner. Fig. 5 is a diagram of a received constellation and shows the
locations of a plurality of successive received modulated data points. The
received data points form scatters in the respective neighborhoods of the
assumed locations of the received constellation points in all four quadrants. Fig.
6 is a diagram of the upper right hand quadrant of a received constellation all of
whose data points have been rotated to this quadrant by the rotator 321. The
quadrant illustrated in Fig. 6 represents a constellation which has been distorted
by either deliberate pre-distortion of the transmitted constellation points and/or
by the operation of the transmission channel 200.
The I component of the rotated data points from the rotator 321 is low
pass filtered in the LPF 320 with a sliding moving average of n points. In the
illustrated embodiment, the sliding moving average is calculated using the
preceding 500 data points. The Q component of the rotated data points from
the rotator 321 is similarly low pass filtered with a sliding moving average. One
skilled in the art will understand that the low pass filters 320, 322 may also be
constructed using respective IIR digital filters. The low pass filtering operation
produces the respective I and Q components of the center of gravity of the
received data points in the quadrant. The estimate of the magnitude of the
center of gravity is calculated in the magnitude calculating circuit 324. For
example if n[n] is the filtered in-phase I component, and rq[n] is the filtered
quadrature Q component, then the magnitude of the center of gravity is
calculated as The magnitude of the center of gravity M
should ideally The magnitude of the ideal reconstructed signal
from the reencoder 308 is adjusted in response to the magnitude of the
calculated center of gravity M. By properly adjusting the magnitude of the
reconstructed ideal signal from the reencoder 308, the centers of the respective
received quadrants will be properly translated to the origin by the subtractor
310, and allow for accurate decoding of the level 2 and higher data signals.
The circuit illustrated in Fig. 7 will operate independently of the method of
transmission, whether linear or non-linear. It also operates properly in the
presence of a pre-distorted transmission constellation, or with non-standard
grouping factors (described in more detail below). It has been found that the
circuit works well in practice with no measurable degradation when used on
hierarchical 16QAM transmission system over a linear channel when compared
with exact knowledge of the locations of the centers of the quadrants. The
circuit also operates well in the presence of noise and in particular in the
presence of channel distortion caused by non-linear channels, such as found in
direct satellite television signal transmission systems. Such a circuit improves
the performance of the higher level data streams, and thus, improves the overall
performance of the transmission system.
Referring again to Fig. 1, in known hierarchical QAM transmission
systems, the constellation generated by the level 2 modulator 110 is combined
in the signal combiner 106 with the constellation generated by the level 1
modulator 104 after being weighted in the variable gain amplifier 111 by a factor
of .5. The weighting factor of .5 is termed the grouping factor and may be
varied to change the relative performance of the level 1 and level 2 data streams,
as described in more detail below. Referring to Fig. 2a, the resulting
constellation consists of equispaced constellation points. As described above,
such an arrangement results in a transmission system in which the performance
of the level 1 data stream, in terms of bit error rate, is better than that of the
level 2 data stream. By varying the grouping factor, the relative performance of
the level 1 and level 2 data streams may be more closely matches.
Referring to Fig. 8a, the gain of the variable gain amplifier (111 of Fig. 1)
is conditioned to be .3. The resulting constellation points are spaced only .3
from the center point of the quadrant. One skilled in the art will recognize that
in the constellation illustrated in Fig. 8a, the constellation points in a quadrant
are further away from constellation points in other quadrants than in the
constellation illustrated in Fig. 2a. Conversely, the constellation points within a
quadrant are closer together than those illustrated in Fig. 2a. Such a system
allows more accurate determination of which quadrant the level 1 data signal is
in at the expense of less accurate determination of the constellation point of the
level 2 data signal within the quadrant, thus, increasing the performance of the
level 1 data stream and decreasing the performance of the level 2 data stream,
when compared to the system of Fig. 2a..
Referring to Fig. 8b, the gain of the variable gain amplifier (111 of Fig. 1)
is conditioned to be .7. The resulting constellation points are spaced .7 from the
center point of the quadrant. One skilled in the art will recognize that in the
constellation illustrated in Fig. 8b, the constellation points in a quadrant are
closer to constellation points in other quadrants than in the constellation
illustrated in Fig. 2a. Conversely, the constellation points within a quadrant are
further apart than those illustrated in Fig. 2a. Such a system allows more
accurate determination of the constellation point of the level 2 data signal within
the quadrant at the expense of less accurate determination of which quadrant
the level 1 data signal is in, thus, increasing the performance of the level 2 data
stream and decreasing the performance of the level 1 data stream, when
compared to the system of Fig. 2a..
By proper setting of the gain of the variable gain amplifier 111 (of Fig. 1),
the grouping of the constellation points with each cluster may be placed
optimally to more closely match the performance of the level 1 and level 2 data
streams. It has been determined that for a 16QAM transmission system
transmitted through a non-linear direct satellite television channel, a grouping
factor of around .6 to around .7 will more closely match the bit error rate
performance of the level 1 and level 2 data streams. This will increase the
overall performance of the transmission system as a whole.
WE CLAIM:
1. A QAM receiving system comprising s
an input for receiving a level 1 and a level 2 datastream
carrying successive symbols, wherein a level i symbol is
represented by a data point in one of four quadrants in the 1—Q
plane, and a level 2 symbol is represented by the data point in
one of four sub—quadrants surrounding a center point of the
quadrant containing the level 1 data point, and wherein the level
2 data point is spaced away from the center point by a grouping
factor set to More closely Match the bit error rate performance
of the level 1 and level 2 data streams}
a demodulator responsive to a data stream received at said
input for producing a demodulated datastream;
a signal processing network including a decoder, responsive
to the demodulated datastream for producing level 1 and level 2
data.
A QAM transmitting system, includes a source of a level 1 and a level 2
data stream, each data stream carrying successive symbols. A hierarchical QAM
transmitter, coupled to the level 1 and level 2 data stream source, generates a
Shierarchical QAM signal in which a level 1 symbol is represented by a data point
in one of four quadrants in the I-Q plane, and a level 2 symbol is represented by
the data point in one of four sub-quadrants surrounding a center point of the
quadrant containing the level 1 data point. The level 2 data point is spaced
away from the center point by a grouping factor set to more closely match the
10 bit error rate performance of the level 1 and level 2 data streams.

Documents:

IN-PCT-2002-667-KOL-FORM-27.pdf

in-pct-2002-667-kol-granted-abstract.pdf

in-pct-2002-667-kol-granted-assignment.pdf

in-pct-2002-667-kol-granted-claims.pdf

in-pct-2002-667-kol-granted-correspondence.pdf

in-pct-2002-667-kol-granted-description (complete).pdf

in-pct-2002-667-kol-granted-drawings.pdf

in-pct-2002-667-kol-granted-examination report.pdf

in-pct-2002-667-kol-granted-form 1.pdf

in-pct-2002-667-kol-granted-form 18.pdf

in-pct-2002-667-kol-granted-form 26.pdf

in-pct-2002-667-kol-granted-form 3.pdf

in-pct-2002-667-kol-granted-form 5.pdf

in-pct-2002-667-kol-granted-reply to examination report.pdf

in-pct-2002-667-kol-granted-specification.pdf

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Patent Number

223423

Indian Patent Application Number

IN/PCT/2002/667/KOL

PG Journal Number

37/2008

Publication Date

12-Sep-2008

Grant Date

10-Sep-2008

Date of Filing

17-May-2002

Name of Patentee

THOMSON LICENSING, S.A.

Applicant Address

46 QUAI ALPHONSE LE GALLO F92648 BOULOGNE CEDEX

Inventors:

#	Inventor's Name	Inventor's Address
1	RAMASWAMY KUMAR	9417 COLLEGE DRIVE #B INDIANAPOLIS, INDIANA 46240
2	SETTLE TIMOTHY FORREST	7618 PERRIER DRIVE, INDIANAPOLIS, INDIANA 46278
3	KRAUSS THOMAS PETER	4313 HILLSIDE DRIVE LAFAYETTE, INDIANA 47909

PCT International Classification Number

H04L 27/34

PCT International Application Number

PCT/US00/32009

PCT International Filing date

2000-11-22

PCT Conventions:

#	PCT Application Number	Date of Convention	Priority Country
1	60/167,023	1999-11-23	U.S.A.